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) | ASR 1357 x197 05040101 Halvfabrikata, tråd m. mosaik
Halvfabrikata, tråd m. mosaik |
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) | ASR 1357 x204 05040101 Halvfabrikata, tråd m. mosaik
Halvfabrikata, tråd m. mosaik |
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t1tY6qfUlGqy3Cxi2z5j24tl2cs+RlR2KkjHHGK/TD9hBbXT/AN3aW9qbQ3JW9ljL5zISyOcfw/dUY/2a/MHS9Gk1S+srf7QZ2YqG8vJI+bAHt1H51+kv7H+saVoDR2tzdLHeXdv5KNziV94HPozbM/nXkY5S5Uup3YRq7PrnNFMpa8Wx6o6gUlLikMcrVNGahxU0fWoYMvWx/eR/7w/nRSWv8ArE/3hRXBV3KifzaeCfhf4r+Iv2pvDmhX2sJbELM1rGWCFs4BPQE4P5V0/wDwzD8U8kf8ITqvH/TL/wCvXnenaxf6Wr/Yry4tA/3vJkZM/XBq1/wlmt/9Ba+6Y/4+H/LrSXJbUl83QXxX4R1nwPrEmla9p8+majGqs1vcLhgCMg/QisuPJYYp95eXOpXBmuZpLiZuC8rFmOPc03hflHPqags3/CswTWrLKhh5y852nqO9f0naT/yDbb08pffsK/mo8O/8ha0/66r/ADr+lbRz/wASu1x/zyX+Qrpj8Ai5RRSVIhGptKabTJON+L3jSX4e/DzV9dt/J+02yKIRORtLMwUdWUE89MjPQZPFfm/8efE954i+LVrrt/dG9ube0tgzwvhJv3wbIGBgASYPsvpX6b+MvCtp428N32jXrSRw3SbfNhOHjbsw+h7Hg8g5BIr538RfsN6b4gmgv5fE0zavFG0RlazAhkU5+Uxh+Bk84PI4r1cHWo04tVFqzjrQqSknDY/O3456TqEVil5cwKh8zZB+9DN5KkhGKgcZwQCTyAOK4Tw1p7z2M02LSUyRyIVum2qhfgFcHqMkjtwcjAr7m8Yf8E4fGl9NeDTPFGj3dvdXAkaO9aaIKud3RUbJzx9KoQ/8Ey/FrW8dvJ4w0ayhYlpVt4ZXOecYJUZwD7dTXrUcZSp0uVy1OOph5zloj4lvLS3u/wCzbKNIrKWNX82aThi2wMFIwP4g2PZhzwMEdrpOmw3UjF571YlaAqcx+bvTIboSNu/p3x9a++dF/wCCX6wsH1Hx4HkHPmW+mtvHTkEzY7Y6V1Glf8E1fC9rJJJfeLtUupGj2q8FvHCyNnO4ctz1GOnNaPMKNrJkfVKh+e3g2809WZbwSRsJI5FngUgw4PzKRngHOQT0I+tfYH7LGlyeK/G3hay03zo9G092vZJhHuk3RNn94x6AuEx/v9Oa9j0v/gnH8OLBJVl1nxJc+cMSZuYFz+UOf1r2r4R/A3w18FbG7tfDq3RW7KGaS8mEjttBC8gDpk/nXBWxsZrTc6aWGcHq9Dt9hpfLqfaPSjbXl8x6FyFUp+zFSbaXFK47ke2pFFG2nLUtgWbX/WR/7wootv8AWx/7w/nRXFV3NIn83nw98c6R4NW8/tPwfpXilp9uw6k8o8kDOdux165Gc56V3Mfx+8Lxhgnwh8JjcMZInPGO2Xrifh14L8PeLheDW/Gdj4T8kr5f2y2ll87OckbAcYwOvXNd7/wpP4cwfMfjLpLfLlc6ZcgZ/I1cee2i/Iyly31/U8w8deItP8Sa9NqGm6Ha+HYJQoFhZM7Rx4HJyxJyfyrnV61veOtB03w34ilsdJ1638S2aqrDULWJ442JGSAHAPHSsFeDWL3NY7aGz4bz/a9pjJbzVxj61/SnorE6XZk5z5KZz1+6K/mv8LQvda1ZRRLud5lUL+Ir+kvRCRpNnkY/cp/6CK6Ir3BM0y1N3UzdRmkSKTSZpCaSmAppKKKYBSFc0tFMQxkppWpaa2KYEW2kqSm1VwGUU7bSUwsFFGKdii4DacoopRSGT2/+tj/3h/OiiD/XR/7w/nRXJU3RcT+arwl8O/EvjiK5l0HQ7/WI7YqJjZW7S7C2doO0HGcH8q6E/AD4lyMw/wCEH175ev8AoEnH6Vy+keIdd8NLKum6nd6WshBkW1uGi3EZxkKecZP51pr8U/Gu87PFGtM7Dr9ulJ4/4FT922pL5uhi+JPDOreENTbTta0650u/VVc293EY3CsMg4PqKzV/SrWsaxf65evd6neXF/dsAGmupWkc44GWJzVPdWZSubXh6Yw6lbsuch1579a/pJ8Otu0Ow7fuE69fuiv5tfDUX2rWdPty2wSTopY9ssBmv6QvDMqt4f0wrwpto8DOcfKK66esGSzaoqLzPejzPenYRLSVF5nvRu96LCJc0bqi3D1pNw9aLASlsUm6o9wo3CnYB+6jdTN4o3inYB1FM3ijfRYB1FN3D1o3UWAdRTd1G6iwXH0U3dRuosBPbn99H/vD+dFMt2H2iL/eH86K5au6NIn890f7U3ieNgw0XwqG9f7Bt8/+g1J/w1V4n3FxovhYErtP/Eitzn/x2vFc0uaPaSJ9nHsbnjPxddeOPEFxq95b2drcThQ0VhbJbxDAA4RQAOnPqaxRTe9KvWsy/Is21y1vNHKhIdCGBHqK9h0/9sL4yabaQ21v8SPEccMShUT+0JCFA6Dr04rxbNAarjOUdmFj3aP9tT41qMf8LL8RdO985/rUq/tsfGwf81J8Qdc83jV4Lupd1V7WfcVke+H9t/43f9FJ170/4+TR/wANwfG7aB/wsnXumP8Aj5NeB7jRuNHtZ9w5Ue/r+3J8b16fEjXDznm4z/SnD9uj44BQv/Cx9awP+mwz19cV8/7qN1HtZ9w5V2PoNf26vjipOPiNrH/f0H+lTxft6fHKJs/8LC1Ruc/NsP8A7LXzruo3U/az7hyo+hT+3f8AHLOf+Fi6sP8AgS//ABNOX9vD45L/AM1E1Y855KH/ANlr543Ub6XtZ9w5UfRS/t7fHMLj/hYWpn8I/X/dpV/b3+Oa/wDNQ9TP4R//ABNfOm40bqPaz7hyo+jm/b7+OjKM/ELUeDkYjiH5/JS/8N9/HRVx/wALB1H/AL9xeuf7lfOO+l8z3o9rPuHKj6QP7f3xzUg/8LB1AnjP7qL/AOIqb/h4J8cpWLP8QL5DjgJbwY6/7n1r5o3Ubqftp9w5UfSsf/BQP45w5C+P71h6tDCe+e6Ujf8ABQT47NIW/wCFgXmT2EEAH5bMV82b/fNG6j20+4cqPtP9nv8Abm+NHiz49fDbQtU8b3V3peqeJdNsbq3eCHEkMl3GjrkJkZViOOeaK+ff2Vmz+0/8H/8AscdH/wDS2Gispyct2O1jyWiiipGPxjFIDyKQsTigUAO5NTXVlcWLqlzBJbuyh1WVCpKnoRntTLf/AFyZ9RXv/wC2tFGnxU0ooMBtCsicdPusB+gFXy3jzEuVmkeDf2bdCxF99mm+x+Z5X2jYfL34zt3dM45xTbaznvpvLt4ZJpCCdkaljx14Fe/38Ab9h3TXwoK+L2PUZP8Ao7Co/wBh9BJ8bQOn/ErvOn/XOq9n7yjfcjn91y7Hz9tOcVLc2s9mwWeKSFmUMFkUqSp6HntTpcfbm9N/9a97/bQjVfHfhRlAAbwxYn9HFSo+65Fc2qXc8Q1DTRBpunXcILpLEfOdclVk8xxtJ6A7Qpx6EGqNrZz30yw28Mk8rdI41LMfwFfQSIG/YZlO3keMQQf+3YVW/YbUN+0NpGf+fW7/APRD1XJ7yjfcnn0b7HgLAhsEYNSTW0tsVEsTxFlDrvUjKnoRntU2oKF1O4X0lYfrXuf7YEYj8ReAhjH/ABSGnD9HFSlo2VzapdzwYW8rQGYRsYQdpk2naD6ZpIYZLiQRxI0jnoqjJNfQehon/DD/AIhbo3/CWR/j+5j/AMTWd+xLs/4aO8Mh1DfJdY4zj/RpKrk1S7i59G+x4XyDjv6U+SGWHb5kbJuG5dwIyPUe1XvEShfEWpKBgC5kA4x/Ea9s/ayjSOP4U7QB/wAUVp+cdP46lR0b7D5tUu54KsMjRmQIxjU4LAcD8aSON5nCIrOx6KoyTXvvhaOP/hjPxkxX5z4ktvmHU/IuAf1rJ/Y4VW/aM8IhlVhvuOGHH/HvJT5dUu4ufRvseLspVsEYI4NOkheIKXRlDDK5GMj1rc8dKIvHOvqMEDULgDj/AKaNXsf7VlvDDoPwgeOFIi3g+03bRjPH/wBc/nS5dG+w+bVLufP4jdoy4VigOC2OBRHG0rBUUsx6BRk1754CtY3/AGQfiVIVRnXV7HkqCw+Ze/bqa539lCNZP2g/BqtGsg+1N8rdCfLfFHLql3FzaN9it+yuCv7UXwgBGD/wmOj/APpbDRXRfBmPb+3B4EQAKF+IVhwOBxqUdFRLTQtaq54LRRRQMWgdaKKAJID++T6ivoL9tZt3xL0PgD/in7PoMdmoorVfw36r9TJ/GvmczN8SNFk/Zht/BSyy/wBvJ4hOomPy/k8nySud3rnt1pv7L/xE0X4Y/FBdZ1+VoNP+w3MBkSNnIZkwvC88nj8aKKOd8yl2HyqzXc8okkDXTOPu7sj869a/aX+JGi/ErxR4evNEnkuLey0K1sZmkQoRKm4sACOcbhzRRUqT5XErlV0x8fxK0b/hlmXwUbmQa8fEYvxb7DtMHk7c7sY+9261t/sOtj9oTSP+vW77f9MWoorWEuapEymrQkeG6pgapdenmt2x3NepftIfEDRfiFrXhG50W5a5jsfDlnYXOUZdk6bt6jcBnGRyOKKKyUrRaNOXVMn0n4iaHa/ssa14PkuSPEFz4gjvY7bY+GhEagtuxt6qRjOaofsv+OtH+HHxo0PX9euGtNLtluBLMqM5XdA6j5VBJ5IH40UVfM+aL7C5VZrued6/dJea9f3UYbyZrh5U3DB2liR+hr079obx/onjtPAH9i3Rujpfhm0067zEybJ03bl5HOM9RxRRU3smh8uqZ0nhRg37F/jMHnb4jtiOP9hK4z9mnxlpPgL41eHNc1y6+xaXavKZp9rNtDQuo4UEnlh0FFFaXtKLM4rmUkzifGWoRap4v1m+gcyW9zezTRyHPzK0jEHnnpXpn7QXxA0Pxtonw0ttHvPtkukeHLexvf3TJ5cygZTJAzj2496KKzT0Zpy6ryIvB/jzQ9N/Zv8AHXhi6vDHreo6jaT2lr5bHzFRgWO7GBgA9TWL+zv4r0vwT8ZvDGt61ciz0yzuGeeZkZ9gKMAcKCTyR0FFFPm1iLlVn5nVfA7U4NX/AG0vh7fWr+ZbXfxA06eJ8EZRtRjIPPPII60UUVnLctbWP//Z) | ASR 1357 x210 05040101 Halvfabrikata, tråd m. mosaik
Halvfabrikata, tråd m. mosaik |
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) | ASR 1357 x219 05040101 Halvfabrikata, tråd m. mosaik
Halvfabrikata, tråd m. mosaik |
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) | ASR 1357 x224 05040101 Halvfabrikata, tråd m. mosaik
Halvfabrikata, tråd m. mosaik |
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) | ASR 1357 x263 05040101 Halvfabrikata, tråd m. mosaik
Halvfabrikata, tråd m. mosaik |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10943 05040101 Halvfabrikata, tråd m. mosaik
1 stangformet stykke glas af kvadratisk tværsnit dannet af sammensmeltede tråde af gennemsigtigt, blåligt glas hvorimellem indsmeltede stribeformede partier af gennemsigtig hvid og rødbrunlig glasmasse. L. 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10945 05040101 Halvfabrikata, tråd m. mosaik
2 stumper af glasstang med kvadratisk tværsnit af gullig, ugemensigtig glasmasse, hvori er indsmeltet en kærne af blålig gennemsigtig glasmasse, der i tværsnit fremtræder i spiralrullet form. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10951 05040101 Halvfabrikata, tråd m. mosaik
1 stump af glasstang med afrundet kvadratisk tværsnit bestående af tråde af gennemsigtigt blåligt glas, hvori er indsmeltet firebladet mønster af hvidgråt, rødstribet ugennemsigtigt glas. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11773 05040101 Halvfabrikata, tråd m. mosaik
1 cylindrisk stav af glas. Udført af hvid, rød og blå tråd. St. L: 1,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13342 05040101 Halvfabrikata, tråd m. mosaik
1 smeltet glasstang af uregelmæssig kvadratisk tværsnitsform med afrundede kanter af samme glasmasse som foregående nr. og med en dyb fure 0,7 cm fra den ene ende. L: 1,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13383 05040101 Halvfabrikata, tråd m. mosaik
1 fragment af glasstang af omtrentlig kvadratisk tværsnitsform af blåligt, gennemsigtigt glas, hvori er indsmeltet tråde af gulligt, ugennemsigtigt glas, således at de i tværsnit danner et trefliget bladmønster. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13407 05040101 Halvfabrikata, tråd m. mosaik
1 glasstang af let rundet kvadratisk tværsnitsform, samlet af 4 stykker, samt flere tildels knuste fragmenter af samme, alle af flerfarvet glas bestående af en kærne af rødbrunlig glasmasse omgivet af vakslende lag af gult, blåt, hvidt, blåt og yderst gult glas, hvoraf kun det blå er gennemsigtigt, det øvrige ugennemsigtigt. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13411 05040101 Halvfabrikata, tråd m. mosaik
4 fragmenter fra glasstang af let afrundet uregelmæssig kvadratisk tværsnitsform dannet af sammensmeltede tråde af blåt gennemsigtigt og hvidt og rødbrunt ugennemsigtigt glas, således at stangens midte består af en ret tyk tråd af blåt glas omgivet af koncentriske lag af hvidt, blåt, hvidt, blåt og yderst, delvis, rødbrunt glas. Set største fragments længde: 2,20 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13435 05040101 Halvfabrikata, tråd m. mosaik
1 fragmenteret trådendeklump af form som en barnekindtand med kun en rod med afbrudt rodspids. Klumpen består af sammensmeltede tråde af ugennemsigtig gullig, hvidgrå og rødbrunlig glasmasse samt enkelte tråde af gennemsigtig svagt grønlig(?) glasmasse, hvilke tilsammen i tværsnit danner en art skaktavlagtig mønster. L: 1,2 cm. Tværmål: ca. 0,8 x 0,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x410 05040101 Halvfabrikata, tråd m. mosaik
Mosaiktråd, gennemsigtig, blå, rød, gul, dobbelt sammensmeltet tråd |
![](/grafik/intetbillede.jpg) | ASR 9 x410 05040101 Halvfabrikata, tråd m. mosaik
5 stk. mosaiktråd, uigennemsigtig, blå, rød, hvid, flere mønstre |
![](/grafik/intetbillede.jpg) | ASR 9 x513 05040101 Halvfabrikata, tråd m. mosaik
mosaiktråd, gennemsigtig. Blå, hvid, rød |
![](/grafik/intetbillede.jpg) | ASR 9 x513 05040101 Halvfabrikata, tråd m. mosaik
Mosaiktråd. Uigennemsigtig rød, hvid, gul. skakbrædt |
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ybg55NfAPw/1rxl4f8AEUV1Mj2628qmKWWNlba+c7WxgpxggnoeB1x9geBPiXbeLrhrB42h1FIfOO3mORQQrFT2ILLwf7wxnnHZ7eCqKi37zVz4ZJtOVtEd79pznmo5ptykVCo+brT2TiugDgviV4FsviB4fudKv0+VvnilA+aKQdGH+ehNfIWgprPwl8XapbXNssMlqF3BmI8xM8EEZyvcH3+tfec1r5meK8Y/aE+D7+OfDUmoadGw12wRmiMfDTR9Wj/qPcY71w4rDqtBo93LcaqMvZVPgl+ByWn65Y/FTw7NEkUcF9bYxayDJZi3MeRng4ODgDjivP8AwP8ABjW7rx9bW8crWdv5rSyyR7W8qNexAI5OQuMY5Has34F32r6f4ulWfT7traUBHENu7MkhIAIAHGT0x0NfZ/hLwqmjxTXEgY3lzgyFiCVHYZ9fU15GAo1YVnSUf3dvkY5phqdKq7O7/rco2OixaVax20AKxoO/U+5q1FZljjFdH/Z6selTJpqr0FfURioqy2PHuZ2m2J3Diuu0232qOKp2dngjitu1jCrWiQidFxStTqY1WQMf3r5z/bvkWP8AZt8TFhu5twAfXzkr6Lkr5z/bxA/4Zs8T84ObfHP/AE2SmiXsfkBeSEhc8kZz6dau+EdN0zVNetrbWNSfR9OkJE18kBmMQwedgIJyePxrNn+8SfWtLwrbaTd65awa7eXGnaSzET3FrCJZEGDjCkjPOO9ZCPTR8N/hQW2/8LRuC2O2hydfT79FTL4S+CbbgPGviLYBnd/ZSAf+hUVp9wj9uPMx1r5y/bK8SarD4e0jQtHuZVkvHkkuoLdvmeNdu0EDkjJP5V7R8QtP1bVvBmrWehXX2LVpoCkE4baVJIzg9jjIB7Zr4Hvtc1izuFurt01mG1uPmd23bnGRtL9a4cRJ25Etz3stpx9oq11ePR/57HHWt3c27sLiJoyMA7Fx9SQakvriTUrGIi5D20jYSM5UcY5447Cna1qov7+WY2ptQ7bgqAOq98Y4wPx/CqVvGmoXAtE3GT7yNHgDHcBWCkn6CvJ+HY+3k4VEnVjb1V/x2NCK+mh0eaxit45lz5qrs3EBRyoHXkL2wa5rSfiLZ6bfJLcaehYtIsUpRn+YJtJzjPG4cfStrToXXXbDTp7jyLaN/On3KRgDI2FT6nFc3o9n4a1Dx3fzaLOk2oKxeOw3jbnB3bSep7Y7VtSlTkpqrFv0/VnzuYuWHnGnhJcqe+ujT8v8jC8R/EK90XxckVkZr6WzX959oldgN4GY0Xt69OuPTm58MPjx4h8NfEhtdjnKuQYPs04zGYdwJjI7ZwOeua9FsPh74VuvF8+qW0+b95N0toQDGXUkZ4OAfUHuPzxPEmseErfxRq4GlpPPLp5gTULcjyzdB0KundW2hl3KSSW4HeurCypRqXjS15d/0PmcTGpL4p6XPvnwT4oHi/wzp+rtbiza6j3mDzRJs9tw/wD1881vRncfavhf4X/GS2/ZxEmjazI9+bx1P2V932pWB2k9DgdeD6HFfUfgb47eFvF1rFLHdGzZ3MbLcEAIw/vHOAOnPTkV0U5OpHmasRUiqcuW9z1GKHctJJbjHSn28ysqspDKwyGByDU+4MK0JMg2yxsdqhcnJwOtW7dflFSSxrgsTwKptdSwyfcwvbd3p81iuVy2NRVCjmpFkXNZP9prIQp+Rv7pqxCxLdafMTZ9TctmFaELCsS3k96vR3AHeqTEae6m5qp9oGOtSCYVdybDpK+dP28GK/s3eJ2HXNv/AOjkr6HeQGvnf9uzLfs4+JgHVDm35bp/rkqkQ9j8gLhSsxU8nOK1vCNroNx4itE8TXd1Z6QzHz5LKMSSqMHGASB1wPxrPupVSRzGOc/ebr+HpVnwmmiXPiG1TxFcXdrpBJ8+axjWSUfKcYViAecd+lZEnqUmg/A8qc+K/E59ANNjAHt96iozofwPzz4n8UAf9g6L/wCKorT7gP2056Gvib9or4fnwH4ouzA0SaTq264RY3CMORuUqPQnjjke+a+2feuC+L3w0tPiZ4dNtIES+t8vazOMgMRyp9jx+QNc9WHNHTc9LBV1Rq+8/de58Cp+8toW8xZ4nPlhZ/mJ/wBkEcjj61BcLEtvvaADnDGP5xyRwAeffr616h4i+Gev+BbG7srrQ1NhLJ5hkKGSPOAMhl+6fr/SvPFt0t5jbT+asSg7VUZzxz79jjHc15krrSSPq6c07ypPTydvw2/A4nw/o+pax4glg1K/u47csqt5O8HYz4CLg5HUZPYZPTJrr/AXw30bwDe38jyTQi6kDSiZT5tvGp5UY5befT0Gayr6xNu7a1HA32u1wysxzuwRhj1B4OORmse2m8dN4oW2t9UgudVm23jrNEdm7kIyhlHy7GACjI59ziVJz5ouSirHmY2h7Fqsk5X77p/1seh6L8ObSeK4vE064trYs/lqzFMqzfLznjBPA6+vpXnNxd3/AIc8Y/2PqQsYNM89Ge5abdMIlI7dAeCCSO3HArR+Dkes2fxMu4PEb3ryRMzs8hPlpISSJAmfmBBcAnA5Hpisb48+G/sfjafV7RGuYbiWP7RceaGjjVlYAevOyQ4x0Gc1NGU/bOk6l7o8WrKE6fNGFmmdX8do/DGr6xaa5qjySz3lpK0K2rRxmfapbzGkCl2JJUAZ9geKzPhX4gl0zxVa6VZs8cd/bwyvsO6PaYwcEkZX0yff1rmdS8H6PYLoS6rqwW/+8LbcJA8a5bZgfdznqeOcduMW48Raro3ia41KwjiC3QVUVEO5OfunH3ck4OP/ANeitUp+yu3o9Xpf/Mag3LmatqvM/Rj4L+Po9Y8PW+k3oj0/U7L/AEeO2eQCSWNFHzhfzHfpnvXpqTbu9fI/wR8B6rca14f8Z6lqUQjELTQ2QR90YeMqFySOzZJx/jXs/wAUvignw/8ACM93EfM1GYeXaxYyS54Bx6CutVW4OdRWL+q/vY0KUuZv8z1m1ha9ywwY1P4n/wDVT5LF9ueo7bhz+NfGfw1/aQ13RLv7Hqt015Gr4LSAk987jX1f4P8Aifpni20jdJl83HKgjn61jCtCsuzOvE4Ktg58k18y5c6Ws2SMqf61z11NrOg7nhQ6hFuyVBw4X8eDj8/au7kjBAdF3q2OBVS4s1QYXADH7pNW7SW9mcafL0OP0j4jJcTKLwJaxmTym80bSp9Sc4xXbrJkAjkYyDXEeLPhxaeJELSlo+CCYzhvz7/jmtHw/Nc6DYx2N/K1zHENsVxt+baBwHx6etRSqVIScau3RjqQhKKlT37HT+eVqVLv1qhHcR3C7onDj2pGbbzXoJ9UcOxqfaRjrXzx+3bMrfs4+JR1+a3/APRyV7gbqvnn9ua7U/s8+IQ43AtBxnH/AC2StEyZbH5PXDcn61oeFDoi67bN4hF62kZPnLp5UTdDjbu46461mzMrNwcfWtLwmNF/t+1PiJbxtGyfPGnFfPxg427uOuOvbNQZnpv/ABYorn/itvoTbf4UUok+BEYbNv42c44y9sKK1+4D9uDTHXctSbQO1Nbigo5jxPosWt6Xe2E+4Q3UTRMynBAIxkH1FfE/xS+F+t/DPUbdBqkOo2lwS0TTRndgHoT2PPY1963EIcHiuX8TeE9O8S2ZtdSs47uHO4LIOQfUEcg/SsKlPm9Tuw2I9g9VdH566hcSGzkWayZIm6tGd6kZ7kdP8+grS+Gvia00jxUs8/7xvs2ySSeYySswGVA3Ht+XtX1Br37OOgXXmtp00+nyN0GfMQe2Dz+teT+LP2b9cs5FuLa2t9VCdWhO2TH04J/WuGph1JWnG57ixlOtB01O1++v9fefO8HxO1/XPitujkWO0ln8rylJ8pYwT83bsCc+9S+NPDesaL4qv77WNRVobsNsaKENG6YwgjYkjkEcA5+bB610vijw7rHw6v7vUDYzWaXELWlyskWcxvkHngg57+prN0/wh4q+LPiPwZbXmlXFnockq+Q0VuxhMZIzJkALwoOeRjBHB4rSnKMalqUFFJW8zyK+ClSipOfPd30OWn8AjUtc0T/hHbZtQ1m6YpJYxgqyLgESucYVME9T2r6H8D/s3WmlyWOo+ILiTU9Qh+f7IrA2iNkkfLtBbHB+buOle0eC/hBo3gQSvYRF7uYfvZ5D19cDoucDOOuBnpXT/wBlgfw1pGjonLVowdZq/Jpc4y4mj0Gxlu522Qwrk/0ArxHUPHWn6tr17rPiCO7eBoTBaLGyKI854AZhnHB468Z9K9q+I3g258daDe6VaXclh/Cs0K5bcOpx6AcfjXyH4++Huu+AY3XU7ee5wwVbpBuQj37qfauXEKWltj2ss9hr7R+8/wAjW8U6vY+IPF2k6jPbC2s3aFZ2V/8AWoh5LnGCTxnA9hXR+D/GWo+F9Qt5YI5pNPmdkjkX5lZlwWRSM5wCD64NeX+H/EVvC0MGp2ZuLXcsjpkJKFPXa2DjI9QRXrvhq30Zd7aLNDdW8wLW8twwFzbH+KNlOMfe+8vykZ+g4Jqyc0fQ1oRlBRa0/D7z6v8AA/xMs9WtYYJrmOK4XAMch5+vuK9BZ458SFtyMAmN3HXr9a+CNe1C88Nx3F/ZiGOaA7DHtxvYMvPQf3h/3z78e0/Cb44N4k0eOEL/AMTOHG+1mOC+B/Cfy5/OroVXUi4yR85icK6Vpx2PpsWq7QAMrjiqs1jDGvzfO305rn/DfjY6pah5EaFgSrK4wyf5/Wt99etpJEQZ/Lmu/njJXR5fJKL1MHUtVtPDs9uLhlgiuZRAGxgbjnaP0NX5GzWN8Q9Ng8SeH7qK2aOS4jIdAR1xyR+IyPxqt4d1pruyit7mTfdouCx/jA7/AF9a1pyak4vboZ1IprmW5sTNgGvnH9udj/wz7r+Cf9ZBn/v8lfRMjZr5x/bnI/4Z917/AK6Qf+jkrrRyvY/K2VvmrV8JS6JHr1sfESXkmj5PnrYMomPBxtLcdcVjSE7q1fCt1o9prltLr1lcahpak+db2swikbg4wxBxzjtSIPU11H4HAEGw8Z4xx+/t/wDCiqv/AAk3wb4/4ozxCTj/AKCyf/G6K1+4R+5FNalLU2gZG3FVZoQ2auMuRUbR0AYdza/MeOKoSw+grpJoQRyOazLi325pWKuc5qWmWmp27wXltDdwMMNHNGHU/UHioo4Y7eFIYY1iijUKiIAFUDoAOwrUuIDk4GKpSR7eaQ76WK/l1zPxA8YWngnQTdztiaZxBAgGSznvj0Ayx+ldUeazPEHhXTvFmntZajbrPFncrdGjbsynsaTvbQDF0SdJbeOWKRZFdc5U5B/+vU+qaDp2sRGG5jSRZBgq4zn2/wDrV5Jq/h/xR8G9UE1kW1LQpnwGxlBk4CuP4D/tDg12nhv4lab4kh2oRDdAEPazcNkdQPWsdi41NddzzT4gfsr6XqEk15o+7TLzGUMQynX+79M14BrnhjxN8L75RfRyQxjKx3luSUb8RyM+hr720fWI5gBgshH3G6p7VB4g8Laf4gtpYvLBDqQeOeRyK5KlCM9Y6M93C5jUw7tLWJ8WaPrEfjJrazvr4RzMwIEjKEdcnChyCUOemeOe3WqEi6n4N16XEEtje275MMg2uFzxzxkYwQRwa9L+JX7NeqSXzXej3xeaNQuyYn5x1zu7EZx+HavLG1y+0W6OkeL7C5nWGMxRyMxWaD0Kk8MAecdD7da4pU3GPvqz7n0tGtRxKahqnuj6J+FPxqi1ZUiu5Qt0nyuC3Jr2hdQ+2RCSNtyNzx1FfB1jaRwNa3tnfKZSQ2yMgNjPY5wSO6nB56GvYvhn8axDdR6fqM/lIxxHNKNoZc4z14NaU6l7KoePjMvdJuVHVH0HJqJt2MyzmNR97ccY96k8OyFd1zJw8hJUHsP/AK/FYSagutwp5Ugltm5dgOG46VejuTGwwcCvRpp7nzdRpaI7JZ/MXrXz1+3Rn/hnvXf+utv/AOjlr27T7zdgV4p+3J/ybzrx6/vLf/0ctdCOV7H5VPndgmtfwldaNY69bTa/YTalpS7vOtbebynbg4w2DjBwfwrIkOWNanhK90ax8QWs+v6fPqmkoT51rbz+S78HGHwcc4P4UiT1H/hMPgqGH/FCa6w/7C4/+JooPjT4MMh2/DzWVbt/xOj/APE0Vr9wj9vqULS7aKYDWFMZakzUTN2oAjkweKpTpu7VaY1G2GpAZc8HWsy4tTk1vTR1Umg3DHekO5z8kZRulTQxHg1dmtg/bFEMOF6UDuV7i3juLd4pY1kjcbWVhkEehFfP3xE+A8sNxJqfhdyZNxkawkfac/8ATNvX2P519GSQ8VlXluc5AqWhaS3Pk7wx8Yr7wxrE2mazZyb0OGeSMpPGwGPmH8QAx74FeuWvxBOoNa3GmvFeWLnEsnmBWj+orofGnw20bxvCpv7bZdxj91ew/LNH9D3HscivB/FHwu134f3k91Mkms6DMpWWa0Qh0XB+Z1HTnvyO/tWWsd9hpuPmfQlrrVpqcMc4dZFYYDLyDWH41+EukeOtNZLyzhnyMq3RlPqrdq8P+GvxgtdL0/7NeQk2isyxzwHdnk/eXsffvXvXhPxfDqGmwz2lytxbsoIYNuBHv71nfo9UdcKji1KDsz5L+IHwP1j4eXT3dlbLq+lKfmjkQtIo684wce6kGj4N+AZ/HV9cytbhNGjIEk8oJO7rsQ55P8uPavsW+t18RSCJYd0f/LR+yj0/+tSR+HbbS7UW9pbx28K5ISNQBknJP1Jrn+qRclJbHuPOqyoum17z6/11MG1s4dNtIra2iWGCJdqIowAKl2lq0HsD6VLDYHjIrvsfNXDS1KsBXkP7cQz+zpr/AP10t/8A0cle4WdkVbOK8U/blQp+znr/AB/y0t//AEclaJEs/KN+DWt4R1DTNJ1+1vNY0ka5psZJlsTO0Pm8ED515GDg/hWW6kseOK2fCOqaXouuW93rGkDXbGMnzLFp2hEgKkD5l5GCQePSsxHp3/C0vhesTBfhHDuIwM6zOf6UUxvin8M9uF+EsGcY/wCQzcf4UVrfzRJ+4G6k3AV+fjf8FRJvNfHgmPy8/L/p5Bx7/JTV/wCCoNxklvBMQHY/bz/8RV6Bc/QJnqFmHWvz8f8A4KiXXGPBERHr9vI/9koX/gp/dMpP/CEQ4H/T+f8A4iloFz7/AGYUwtX5/wD/AA8+uyD/AMURCD2/08//ABFRSf8ABTy+WTH/AAhVvjP/AD/N/wDEUadwufoEzA1CwBr4DH/BTa/I/wCRMt89f+P1v/iKZ/w821BmwPBlqOP+f1v/AIilp3C597tGNx96aI9ua+B5v+CmOpLJIo8G22F4B+2N1/75pn/DzLURsJ8IWuCPmH2xsjr/ALP0oA+/PLGKrXFuDmvgV/8Agptqq5A8H2n/AIGP/wDE02T/AIKYaqyj/ikbQHv/AKUx/wDZaNAPuq4t9tUJF7Yr4bb/AIKT6rMzZ8J2gRRkn7S2fbtWc/8AwUe1ppcjwpYqnp9ocn88fSjQZ9WeOP2ffD/jJ5b2yX+wdYbLfa7NQFcn/npHwGz68H3rz7wf8IPHPhXxpa2EbR2+mE75r+3bfbyxg85QkFXxjAx69smvE/8Ah5HryjH/AAimn/8AgQ/+FN/4eSeIW6eFdPB/6+HrJwjId9bn6BWtnDZW6wxKFQfr7mmzRKwr8/n/AOCk3iHkL4W0/wDGd6ib/gpJ4kC5HhfTfp50la+6K599NaLk8U+OzHpX59n/AIKSeKP+hX0v/v7J/jTo/wDgpN4oDf8AIsaWB/11k/xpaBc/Q+G1C14F+3cRB+zrrxwD+9txg/8AXZa+b3/4KXeKx93wxpQHvJJ/jXAfGz9trxF8ZPA914YvtE0+ytbh43eaBnLfKwYAZOOoFVeIj5un55HNafhHVtN0XXra81bSI9esY8+ZYSTNEJMggfMvIwefwrJzuz/jWp4T1y38N69bahd6Vaa1bwk7rG83eVJkEc7SDxnP4ViM9Of4vfD3ydi/CLTwfU6pPRTW+PWgZbZ8KfCoHQZSU/8As9FaX80I898zK7gM560rSFowoNdV4r8Ew+FfCnhHWI7iSY65ay3DxOoAj2ysmAe/AB/GneOvAcXhPw74P1OK6e4bXLKS7dSBhCJWQAY9gOvfNKzA4tpDnGalWQ+UBnqc/lXTfETwLH4Kt/DEsNy1w2r6TFqLq4A8tnZhtGOoG0U/4jeC4fBS+GhDcSXA1TR4NSfzABsaTdlRjsMUrAck0pbJ7UecTJk11XxC8EweDj4d+z3MlyNU0i31FzIoGxpN2VGOwxSfEvwZB4J1rT7OC5kukutOtb4vKu0hpYw5X6AmizGcssx9e9SxyPvAA4PFdR8TPA9v4B16z0+3unukn0+1vd8gAIaWJXK8ehJpPiB4Og8E+JrLT4rmS5hlsbW73uoBBliVyPwLYosByskhV2bOck1EZTtOf511nxQ8HW/gnx3eaJaTyT28IhZZJcbvnjV+cem6j4l+CIPAvxAvvD8FxJcwQGILNIAGO+NW5x6bv0oA5FnPWk3H6muv+KHgu18D/EDUPD9rcSXVvavGqyyAbjuRWPT61N428BweE/ihc+GYriWW2iuYoFmkA3neFOeOON1FmBxjMVAXp/e+tRFq7Pxb4KttA+Kd94Winllt7fUzYrK4G8p5m0Me2cGm+LfBNt4f+K1/4WjuJJLS31P7EJ3ADlfM27j2zigDjs55phY/jXf6j4DsNM+Mlz4QNxNJZR6qdOWc4DlfM2Bj2zis5vBkH/C0z4WWZ1tv7W/s/wA/GW2+bs3fXHNFgOOLGkZvmrs7fwVazfFtfCrzyfY/7X/s8zgDfs83Zu9M4pdH8C2uo/FyHwpJPKtnJqpsDMuN+0SFc+mcUrAcRk8U3zMfnXXeCfB9v4o+JWm+G5pZIre6vhbNKmN4XcQSO2cUeA/BVt4q+J2m+Gp5pYrW5vfszyx4DhckZGeM8UrAcg0maY1dp8OfA1r4x+I1v4eu55YLWRpwZY8bxsjdh146qKh8B+DbbxZdeIEmnkiGnaTc6ghTHztGoIU57HNFmBx+evrSZAofOcelNJpALu9OKKY2aKAPZfH3iTSta+HngKwtrjzdQ06znjuEAxsYzswX8sH8ar/EDxPYax4H+H9la3ImutN0+aG6jUHMTG4dlB/Ag/jRRWzJRqfHDnR/hux/6Fq3A5/6aSVlfFzxJp3iC38F/wBn3S3JsfD9taXAUEeXKrOWU59MjpRRRLdguhH8U/E1h4iHg42M6zmy0G2s7jaCNkqM+VOR1wR+dP8AjJ4m07xLrei3VhcLcpBo1jbSMoIAkSFQy8+h4oopdxh8ZPEuneKvFGlXWnXIuYo9IsbeRlBAWRIVV159CCKvfHqYL420p85zo2msT/27R0UUPqIyvjN4l0/xJ8SL3U9OuPtVnJHbhZtpXJWFFbg+hBp3xk8Uad4o+KGoavpk4uLCTyNkmCM7YkU8EeoNFFK+4xfjF4m0/wAUfFjVdV0y4F1YzPE0cwBAOI0B689QasfErxPZ+LfjRcapp8y3FnNdwGOSNSA2AgJweeoNFFMCT4r3iaf+0Fr11O22OHW2kdsdAJcnj8KpePvFmm6x8bNV1+0n87TJNWNzHMFI3R+ZndjGentRRQwJ9e8Z6be/Hy48SQXO7SW10XgnKHmLzQ27GM9O1Z8niXT1+NB14T79M/t03nnYPMXn784xnp7UUUmwLuialBrX7QVnf2Um+1u/ESzRPjBKNcbgcH2Ip1rrVn4Y/aGbVL92hsbPX3mmfBO1RMcnHU0UUeYzE8B+JrDw/wDFvSdcupdmnW+prcSSBSSI9+ScDnpT/hr4r0/w58XtJ1y8m8rTrfUPOkk2FsJuPOBz0NFFTcBfhX4q0zw58UrXWNRl8rT0e4Zn2FvvRuq8D3YVf+Cci/bfGWeQ3hq/wf8AgIoopp6oR5fJ1pmKKKgYUUUUAf/Z) | ASR 1874 x126 05040101 Halvfabrikata, tråd m. mosaik
To samhørende fragmenter til skakbræt-formet tråd i faverne gul/blå/råd.
1 fragment af tråd i farverne rød/hvid/grønlig. |
![](/grafik/intetbillede.jpg) | ASR 2165 x11 05040101 Halvfabrikata, tråd m. mosaik
|